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Published in: Health Services and Outcomes Research Methodology 1-2/2011

01-07-2011

Systematic self-report bias in health data: impact on estimating cross-sectional and treatment effects

Author: Sebastian Bauhoff

Published in: Health Services and Outcomes Research Methodology | Issue 1-2/2011

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Abstract

This paper examines the effect of systematic self-report bias, the non-random deviation between the self-reported and true values of the same measure. This bias may be constant or variable, and can mislead empirical analyses based on descriptive statistics, program evaluation and instrumental variables estimation. I illustrate these issues with data on self-reported and measured overweight/obesity status, and BMI, height and weight z-scores of public school students in California from 2004 to 2006. I find that the prevalence of overweight/obesity is 2.4–7.6% points lower in self-reported data relative to measured data in the cross-section. A school nutrition policy changed the bias differentially in the treatment and control groups so that program evaluations could find spurious positive or null impacts of the intervention. Potential channels for this effect include improved information and stigma.
Footnotes
1
The prevalence of overweight is measured as the percentage of individuals above a specific cutoff in the distribution of body-mass index (BMI). BMI is calculated as (weight in kg)/(height in m)\(^2\). For children the cutoffs vary by age and gender (Vidmar et al. 2004).
 
2
The CHKS is based on the California Student Survey along with items from the Youth Risk Behavioral Survey (YRBS). It is required of districts that accept funds through the federal Title IV Safe and Drug-Free Schools and Communities (SDFSC) or the state Tobacco-Use Prevention Education (TUPE) programs.
 
3
Since 2001 the PFT is administered annually between February 1 and May 30 but the actual survey dates are not available in the data. I use April 1 as midpoint in determining the age cutoffs. I also only consider students in “pure” middle (offering at most grades 6–8) and high schools (offering grades 9 and higher). Most Californian schools meet these criteria. Less than 0.5% of the data are biologically implausible by the CDC standards, and the results reported below are similar for the full sample.
 
4
The cut-off is recommended by the Childhood Obesity Working Group of the International Obesity Taskforce (Vidmar et al. 2004). For some students weight is reported twice in the PFT, in the aerobic capacity and the body composition test. Where the reported weights disagree I use the weight from the body composition section. From 2002/3 onward the PFT also reports BMI which I use to infer missing values in weight with help of the height measure. When both weight measures are missing I use this calculated weight. If the composite BMI and the body composition weight are both missing I use the weight from the aerobic capacity test as last resort.
 
5
Values for California exclude five other districts that also implemented nutrition guidelines (Samuels et al. 2006).
 
6
Hausman specification tests reject the random intercept models but results are comparable with the fixed-effects results shown here. Since clustering on the district level increases the standard errors on the coefficients of interest due to negative intracluster correlation, I report the more conservative unclustered errors for all models.
 
7
Since I cannot link the self-reported and measured data for individual students, I am unable to see the effects on height and weight for students near the overweight/obesity cutoff.
 
8
This information effect may be particularly important for adolescents since their physique is changing rapidly and truthful reporting of their overweight status would require constant updating.
 
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Metadata
Title
Systematic self-report bias in health data: impact on estimating cross-sectional and treatment effects
Author
Sebastian Bauhoff
Publication date
01-07-2011
Publisher
Springer US
Published in
Health Services and Outcomes Research Methodology / Issue 1-2/2011
Print ISSN: 1387-3741
Electronic ISSN: 1572-9400
DOI
https://doi.org/10.1007/s10742-011-0069-3

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